Mathematical models for epidemic outbreaks

Join us for this special Nexus lecture by Professor Tom Britton (Stockholm University).

About the lecture

In the talk I will first describe the basics of mathematical epidemic models, and indicate the many extensions that exist. Then I will briefly describe two problems I have worked on recently, inspired by Covid-19: How should a lockdown be optimized in time and magnitude? And how many lives were saved by the arrival of the Covid-19 vaccine?

About the speaker

Tom Britton is a professor at the Department of Mathematics at Stockholm University where he holds the Cramér chair. His research focuses on applied probability and statistical methodology with applications in biology and medicine, in particular infectious disease outbreaks. He has published 3 research monographs and close to 100 papers on Epidemic modeling and analyses. In the beginning of the Covid-19 pandemic he recorded a 45 minute math lecture about epidemic models which received over 100k views.

Schedule

3-4pm: Presentation by Prof Tom Britton in Room 4082/3, Anita B. Lawrence Centre, UNSW
4-5pm: Reception with refreshments in Room 3082, Anita B. Lawrence Centre, UNSW

Registration

Registration is essential. 

Venue

Room 4082/3 on level 4 of the Anita B. Lawrence Centre building. Enter the building via the Centre Wing or East Wing entrances of the School of Mathematics and Statistics (ref: H15 on UNSW campus map). 

*Please note that the School of Mathematics and Statistics is not accessible via the West Wing of the building.

Accessibility

Please be advised that the Anita B. Lawrence Centre rooms 3082 and 4082 are wheelchair accessible. When you register, please indicate if you have any accessibility requirements and we will get in touch with you to ensure they can be accommodated.

Enquiries

Please contact Jan Lin if you have any enquiries about this event (j.lin@unsw.edu.au).

Frontiers in Fundamental Mathematics Research Nexus

This event is presented by the UNSW School of Mathematics and Statistics and is part of our Frontiers in Fundamental Mathematics Research Nexus series, which aims to highlight fundamental research in the mathematical sciences, with an emphasis on the significance and impact of fundamental mathematics to a diverse range of areas within mathematics and beyond.
Learn more about the Nexus Program.